On the Shock Wave in the Elastic Medium

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概要

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• As the result of the four conservation laws i. e. those of the conservation of mass momentum, energy and the area of the section of the tube of flow, we have obtained following conclusions for the shock wave induced in the elastic medium. 1 . When the wedge moved with the supersonic speed z, the angle between the shock wave and the direction of undisturbed velocity denoted by a is [numerical formula] α, β, c_0, γ and μ, and δ denote the speed of sound, the coefficient of the linear expansion, the specific heat, Lames constants of the elastic medium, and the half vertex angle of the wedge resp.. 2. The plane shock wave is reflected by the plane rigid wall. α and α' denoting the angles included between the incident or reflected waves and the wall, we have [numerical formula] where x=tanα x'=tanα', and (1-n^2) represents the strength of shock.

• 社団法人日本物理学会の論文
• 1952-04-25

著者

• Kusukawa Ken-ichi

  Physical Institute Faculty Of Science Tokyo Metropolitan University

関連論文

• On the Shock Wave in the Elastic Medium
• Discussion of the Spectrum of Turbulence.
• On the Theory of Shock Wave Produced by a Rigid Cone Moving through the Elastic Medium with Supersonic Velocities.
• On the Theory of Shock Waves Produced by a Rigid Wedge Moving through an Elastic Medium with Supersonic Velecities.
• The Foundation of the Quantisation of Turbulence

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